{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 197,
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sns\n",
    "from matplotlib import rc\n",
    "import pandas as pd\n",
    "# plot styles\n",
    "sns.set_style('whitegrid')\n",
    "sns.set_style({'font.family': 'Times New Roman'})"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 198,
   "metadata": {},
   "outputs": [],
   "source": [
    "df = pd.read_csv(\"dataset_data_subset.txt\", index_col=0, sep='\\t')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 199,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "25938"
      ]
     },
     "execution_count": 199,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "(df['has_REVIEW']==True).sum()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 200,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "3357"
      ]
     },
     "execution_count": 200,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "(df['has_REVIEW']==False).sum()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 201,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "29295"
      ]
     },
     "execution_count": 201,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "len(df)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 202,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Datasets wtih a description: 4634\n"
     ]
    }
   ],
   "source": [
    "print(\"Datasets wtih a description: \"+ str((df[\"description_length\"]==0).sum()))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Plot year 2015 onwards "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 203,
   "metadata": {},
   "outputs": [],
   "source": [
    "dfg = df[df['latest_version_year']>=2015].groupby(['latest_version_year', 'submit_for_review']).mean().reset_index()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 204,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5,1,'Datasets with publications')"
      ]
     },
     "execution_count": 204,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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CQESuGUlJSSxcuJCxY8fy/fffm+c3y8vLu+gg64kTJyyeq/+PTCbTFQ/YtmrViqNHj1JeXk55eTm+vr5VPpe/devWrFmzhuLiYo4ePUpaWhr29vbccccdLF68+KKpeFq1asWGDRvIyckhOzub6OhoHB0dCQgIIDQ0lCeffJLvvvuORo0aVXmdLaEwEJFrxsGDB5k3bx55eXlMmTKFQ4cO8eqrr1JaWsovv/xCy5YtSU1NZf369RQWFjJs2DCio6NJTU0lMzOTmJgYYmJiOHHiBCkpKURHRxMdHU1KSgqnT5/mpptuYu7cuZy7xCm6WVlZJCQkEB4ejpubG48//jjz5s1j5cqVTJ8+nRMnTnDixAl27959ydrLysqIjo7mwIEDlJSUMHDgQFq1asXgwYPZtm0brVu3BmD06NF07tzZ/J4LNfv7+zNo0CCGDRvG0qVL6dKlCwDDhg0jICCAevXqceutt9K7d29Dxl7TUYhYgU4trTp9pq3rUuOp6ShERKRKdGqpiPzlrFy5krNnz1Z4btiwYTRu3Nii9ycnJ7Njx44Kz3l5eTF69Gir1WhrCgMR+ct5+OGHr+r9vr6+TJo0yUrVXBu0m0hERBQGIiKiMBARERQGIlLHmaw87be127tW6ACyiNRpdo6OHH/tfau113T2k1dcZvny5Xh7e5Ofn89DDz1ktb6NpC0DERErioiIIC8vjxEjRnD69GkiIyNruiSLKAxERKwoPDyctm3bAuDn50dYWFgNV2QZhYGIiBXl5ubi6ekJgIuLC9nZ2TVckWUUBiIiVuTt7W2ebbWgoAAvL68arsgyCgMRESsKDg4mPj4egMTERG699dYarsgyOptIROo007lzFp0BVJX27C5xp7QLAgMD2b9/P6GhoXh4eNC9e3er9W0khYGI1GmVfXEb1d7UqVOt2qctaDeRiIgoDERERGEgIiIoDEREBIWBiIigMBARERQGIlLHlVp5ymlrt3et0HUGIlKnOTs6MuiTpVZr74dHplxxmQMHDvD++++zYsUKq/VrNG0ZiIhYWffu3SkpKanpMqrE0DBYvnw5mzZt4rPPPrvk6y+//DL79+83sgQRkRrh5ORU0yVUiWFhcKUbPOzYsYPCwkKjuhcRkSowLAwqu8FDWloaZWVltGvXzqjuRUSkCgw7gHy5GzycO3eO8PBwxo4dS1xcnMXtlZSUEBsba0itIlfD39/fpv3Vlc/B2bNnzfP+G8nV1dXqbVpSd1lZmU3W74KzZ89e1d+GYWFwuRs8HDhwgK+//potW7Zw7Ngxtm/fzrJly2jSpEml7bm4uNj8QydyLaorn4PY2FhDvqj/rPTcOYvOAKpKe1eqOz4+nmPHjpGWlsYNN9xgtb4r4+TkdNHfRlXCwbAwCA4OJjw8nKFDh5KYmEhQUBBnzpyhd+/e9O7dG4D33nuPHj16XDEIrhWl587hbOXpcK+FvkTqMmt/jixpr0OHDrXm3scXGPZt8+cbPHh4eDBnzhwWLlxoVJeGs/b5ypWx5i8ZEZErMfSn559v8PDnIHjqqaeM7F5ERCyki85EpMaYTKaaLqFOsMY4KgxEpEbUq1ePU6dOKRCukslk4tSpU9SrV++q2tERShGpES1atCA9PZ2TJ0/WdCm1Xr169WjRosVVtaEwEJEa4eTkhK+vb02XIf+j3UQiIqIwEBERhYGIiKAwEBERFAYiIoLCQEREUBiIiAgKAxERQWEgIiIoDEREBIWBiIhQzTCIjY2ltLTU2rWIiEgNsTgMJk2aREJCAm+88QZvv/02ixcvNrIuERGxIYvDYOTIkdjb27Nnzx6WLVtGmzZtDCxLRERsyeIwKCsr4/3332fevHnEx8fz/fffG1mXiIjYkMX3Mxg+fDg9e/YkJyeHtm3b8vHHHxtZl4iI2JDFYfDOO+/w1VdfceONN1JcXMykSZPo06ePkbWJiIiNWBwGu3bt4vvvvzffZ3P16tUKAxGROqLSMMjIyDD/e/DgwaSlpeHm5gZAenq6sZWJiIjNVBoGL7/8Mj4+Pjg5OQGwfPly82u9e/c2tjIREbGZSsPg7bffpnHjxpd8LTEx0ZCCRETE9ioNgz8GwfDhw/H09ASgqKgIJycn1qxZY2x1IiJiExYfQF64cCHt2rUDoKSkhNWrVxtWlIiI2JbFF525urqSkZFBRkYG6enpbNu2zci6RETEhizeMnj22Wdp27YtAE5OTkydOtWwokRExLYsDoMlS5ZQWFhIVlYWfn5+5uMHIiJS+1kcBsuWLWP79u106dKFkpISBg0axIgRI4ysTUREbMTiMDhy5Ahbt27F0fH8W7766ivDihIREduy+ADyoEGDSEhIICMjg7S0NFJTU8nIyGDLli1G1iciIjZQpbmJ4uLisLOzMz/33nvvkZaWxpAhQwwpTkREbKNK1xn88aBxVlYWjRs3Jicnx5DCRETEdioNg5CQEPLy8i563mQykZmZyQ8//IC3t/dl3798+XK8vb3Jz8/noYceMj//1VdfsXnzZkpLS/n3v/9tnglVRERqRqVhMGbMGHr27Im9/cWHFqKjoyttOCIigry8PCZOnMgHH3xAZGQkXbt2BeCmm27innvuYdasWfz222907NjxKlZBRESuVqVh8MeZSQ8fPkxCQgL3338/u3btokuXLpU2HB4ebr5Izc/Pj7CwMHMYtGvXDpPJRJs2bbjhhhssKrSkpITY2FiLljWKv7+/Tfur6fUVy+jvQuoCi48ZrFq1iu7duwPQp08fpk2bxtKlSy+7fG5urvkYg4uLC9nZ2RVeX7NmDcuXL+eWW24xh0RlXFxcbP6hq2l/tfUVy+jvQixVlR8OFodB//798fLyAuCXX3654m4ib29vioqKACgoKDC/94KxY8fSsGFDNm3aZFEYiIiIcSy+zqBJkyasW7eOCRMm8Pjjj/PKK69UunxwcDDx8fHA+XsfBAUFcebMmQrLtGzZEj8/v2qULSIi1mTxlkF6ejqLFi0iNzeXhg0bXvKg8h8FBgayf/9+QkND8fDwwMPDgzlz5vDaa6/xxBNPMGTIEFxcXLj//vuveiVEROTqWBwG4eHhjBw5kkaNGgFw7NgxmjdvXul7/jyz6cKFC4Hzxx9EROTaYXEYFBYWmu92ZjKZSE1NJSwszMjaRETERiwOg/Hjx9OrVy/z7qHIyEjza9nZ2fj4+Fi/OhERsQmLDyD36dOnwnGCP54B9PXXX1u3KhERsSmLw6AyJpPJGs2IiEgNsUoY/HEmUxERqX2sEgYiIlK7WSUMLtz9TEREaieLv8VPnjxJREQEJSUlAMTExPDyyy8DMG7cOGOqExERm7A4DB5//HF69+6Nq6srAKdOnTKsKBERsS2Lw+COO+7giSeeMD/OyMgwpCAREbG9SsPgjTfeoKCgAIDTp08TEhKCm5sbAGlpaXz22WfGVygiIoarNAz8/f25+eabcXZ2vui1P16BLCIitVulZxONHj0aX19fmjdvTmRkJM2bNzf/l5KSYqsaRUTEYFc8ZnD8+HHmz59PbGwsa9euNV9trLmIRETqjiuGQdOmTXnzzTdJSkqqcOP6C6eYiohI7VdpGLz11ltMnz4dZ2dnwsPD2b59u/m1xMREFi1aZHiBIiJivErDYPjw4eZ5h+zs7AgMDMTBwQGA+vXrG1+diIjYRKVh8MfdQp06daJ3797mxz169DCuKhERsSmLLzo7cuQIWVlZODs707dvXzw8PIysS0REbMjiieoefvhhhg8fjpeXFw888ABvvvmmkXWJiIgNWbxl8Nhjj5GZmUlgYCCvv/46gYGBRtYlIiI2VKXbXn7++efceuutpKenk5mZaWRdIiJiQxZvGQwaNIjIyEj+85//kJ6ezqlTp5g4caKRtYmIiI1YHAbjxo1j9OjRTJ48mQ4dOhhZk4iI2JjFYbB27Vpatmx5ydf27t1b4bRTERGpXSw+ZnC5IACIi4uzSjEiIlIzrHIP5AuT14mISO1klTC4MGWFiIjUTtoyEBGR6oXB6dOnKzz29/e3SjEiIlIzLA6DZ555hoSEBJYtW8bYsWN55513zK/pTCIRkdrN4jDo378/Hh4erFu3ji+++IK2bdsaWZeIiNiQxWFQWFjIzJkzmTlzJsnJyXz22WdG1iUiIjZk8UVnvXr1YsyYMcD5A8avvfaaYUWJiIhtXTEMjh8/zv79+zl48KB5ptLy8nI2btzIqlWrDC9QRESMd8XdRE2bNsXd3R17+/OLmkwm7O3tmT59+hUbX758OZs2bbpol9I333zDfffdx5133smRI0eqWbqIiFiLRccMBg4cyIQJE3B3d2fEiBFcf/31VzydNCIigry8PEaMGMHp06eJjIwEzodJvXr1WL9+PRMnTuS99967+rUQEZGrYvExg3feeYdu3bphZ2dH165deemll5g/f/5llw8PDzefceTn50dYWBhdu3bFzs6OgQMHAtC5c2cOHz5sUf8lJSXExsZaWq4hbH09RU2vr1hGfxdSF1gcBgMGDKBRo0YAZGdns2fPnkqXz83NxdPTEwAXFxeys7MvWmbv3r088sgjFvXv4uLyl7u47a+2vmIZ/V2Iparyw8HiMPDy8mLz5s18//337NixgylTplS6vLe3N0VFRQAUFBTg5eVV4fWUlBSaNWuGn5+fxcWKiIgxLA6Dfv360aVLF9LS0njuuefw9vaudPng4GDCw8MZOnQoiYmJBAUFcebMGRo0aEB2djZxcXEMHjyYgoIC7OzsqF+//lWvjIiIVI/FF53NmTOHkydPcvToUR544AGWLVtW6fKBgYG4uLgQGhqKh4cHHh4ezJkzh9zcXCZNmsSHH37IqFGjGDduHK6urle9IiIiUn0Wbxl07tyZJk2aMGXKFNatW8fevXuv+J6pU6dWeLxw4UIANm/eXMUyRUTESBZvGfz+++889dRTTJs2jdOnT7Ny5Uoj6xIRERuyeMtg4sSJjB8/HgcHB4qLi1m8eLGRdYmIiA1ZHAbbt29n586dlJWVAZCcnMzatWsNK0xERGzH4jBISEjg/vvv59ixY3Tq1ImwsDAj6xIRERuy+JhBbm4u9vb2HD9+nLi4ONavX29kXSIiYkMWh8GoUaPIycnh/vvv5/Dhw0ycONHIukRExIYsDoPk5GSCg4Nxd3fnhRdeICMjw8i6RETEhiy6n8H8+fOJjY1l7dq1mEwmAHx8fAwvTkREbOOKYdC0aVPefPNNkpKS6Nixo/n5EydOGFqYiIjYjkVnEzk7O5Oens5nn32mU0tFROqgap9aunPnTgPLEhERW6ryqaUnTpwgLi6O0NBQI+sSEREbqnTLICIiwnzAuEWLFuTm5tKqVSuWLl3KoEGDbFKgiIgYr9Iw+Pzzz2nevDnOzs7s3LmTnj174urqSr9+/UhKSrJVjSIiYrBKw+Af//gH7u7uAPj6+nLXXXeZX5s7d66xlYmIiM1UGgYXggDg2LFjrFu3jkaNGnHo0CHi4+MNL05ERGzD4gPIjz76KG5ubuzZs4cGDRrw/vvvG1mXiIjYkMWnltrb23PXXXdV2FUkIiJ1g8VbBiIiUncpDERERGEgIiIKAxERQWEgIiIoDEREBIWBiIigMBARERQGIiKCwkBERFAYiIgICgMREUFhICIiKAxERASFgYiIoDAQEREUBiIiQhXudFZdy5cvx9vbm/z8fB566CHz86dPn+b//u//8Pf3Z/jw4UaXISIilTB0yyAiIoK8vDxGjBjB6dOniYyMNL/m6emJr68vZWVlRpYgIiIWMHTLIDw8nLZt2wLg5+dHWFgYXbt2Nb/u5ORkcVslJSXExsZavcaq8Pf3t2l/Nb2+lWnd1pf6LvVs0ldhSTEpSck26as69HchdYGhYZCbm4unpycALi4uZGdnV7stFxcXm3/oatq1vr6DPllqk35+eGTKNT8WtqSxEEtV5YeDobuJvL29KSoqAqCgoAAvLy8juxMRkWoyNAyCg4OJj48HIDExkaCgIM6cOWNklyIiUg2GhkFgYCAuLi6Ehobi4eGBh4cHc+bMAaCwsJDo6GhiYmLMWw8iIlIzDD+1dOrUqRUeL1y4EID69esze/Zso7sXEREL6KIzERFRGIiIiMJARERQGIiICAqikYo5AAALTElEQVQDERFBYSAiIigMREQEhYGIiKAwEBERFAYiIoLCQEREUBiIiAgKAxERQWEgIiIoDEREBIWBiIigMBARERQGIiKCwkBERFAYiIgICgMREUFhICIiKAxERASFgYiIoDAQESsqPXeuTvb1V+BY0wWISN3h7OjIoE+W2qSvHx6ZYpN+/iq0ZSAiIgoDERFRGIiICAoDERFBYSAiYojadmaVziYSETFAbTuzSlsGIiJS+8PApAtPRESuWq3fTWTn6Mjx1963SV9NZz9pk35ERGzN0DBYvnw53t7e5Ofn89BDD5mfT05O5rvvvsPV1ZX+/fvj6+trZBkif2mmc+ewc6z1v/vEYIb9hURERJCXl8fEiRP54IMPiIyMpGvXrgDMnTuXd999FycnJ/7+97/z/vu2+WVf1+lDL5eirWexhJ3JZDIZ0fDChQtp27YtI0aMYOvWrcTHxxMSEkJxcTHDhw9n69atAIwYMYLQ0FAcr/AldvjwYVxcXIwoVUSkTiopKSEgIMCiZQ37GZmbm4unpycALi4uZGdnA3D69Gnc3NzMyzk4OJCTk0Pjxo0rbc/SFRIRkaoz7Gwib29vioqKACgoKMDLywuAhg0bUlpaal6uuLgYDw8Po8oQERELGBYGwcHBxMfHA5CYmEhQUBBnzpzB2dmZZs2aUVRURElJCddffz316tUzqgwREbGAYccMAJYsWULjxo05c+YMvXv3ZtmyZSxcuJCEhAS2bt2Ks7MzAwYMwM/Pz6gSRETEAoaGgYiI1A61/gpkERG5egoDERFRGIiIiMIAgPz8fEJCQhgwYACvvvoqAOvXr+fLL7/ko48+ory8HIC4uDhGjRpV4b0HDx6kb9++BAUFcfToUVuXbnVXMxYmk4kNGzYQFhZGZmamrUu3uuqORUREBD179uT222+nT58+rFu3ribKt6rqjkVRURGLFi1i27ZtLFiwgPz8/Joo36qqOxalpaUsW7aMjRs38u6779ZE6ZVSGACRkZG8+eabfPPNN+zdu5eoqCgOHDjA6NGj8fHxYcuWLQB07NgRZ2fnCu/96aef2L17N7t376Zdu3Y1Ub5VXc1YLFiwgM6dO9OvXz+aNGlSE+VbVXXHwsnJiX379rFjxw7Gjx/PgAEDamoVrKa6Y7F7924aNmzIHXfcQdOmTdm7d29NrYLVVHcsNm3aRNOmTRk5ciR5eXns37+/plbhkhQGQN++falfvz6urq7ccMMNhIeH07p1awD8/PwICwszL+vk5GT+96lTp9i+fTsDBgzgxx9/tHndRqjuWPz8889ERUWxb98+/vWvf1W4sLC2qu5YdO3aFTs7OwBycnJo1KiRbQs3QHXHokuXLoSGhpKSkkJBQQFBQUE2r93aqjsWv/zyi/lx+/bt+fnnn21b+BUoDP4gPz+fpk2b4ujoeMmpNP6sUaNGfPnll3z44Ye8/vrr/P7777Ys11BVHYv//Oc/jB49mnHjxnH69GlWr15ty3INVdWxuCA9PZ0WLVrYokSbqepYNGnShIcffphZs2bRqFEjXF1dbVmuoao6Fr6+vuzZswc4P/NC/fr1bVarJRQGf7B582ZCQkIuO5XG5bRv357Ro0eTlpZmizJtoqpjUVJSgru7OwC33XYbCQkJNqvVaNX9u9i+fTuDBg2yRYk2U9WxSEtLIzMzk48++ohNmzbx008/2bJcQ1V1LMaMGUP9+vVZsWIFW7du5bbbbrNhtVemMPif7du3M3DgQNzd3enbty+JiYnA+ak0br311ku+54/X6zk5OdWZK6mrMxaBgYHExMQAcO7cOTp37myzeo1UnbG4IDMzs04cO7mgOmMRGxuLp6cnzs7OjB8/3vw3UttVZyxcXFx48cUX6d69O0FBQeZdS9cKTX4PrF69mo8//hgvLy/Onj3L+PHj6dy5M+vXryc7O5vHHnsMOP8r5/jx40RERHDLLbewZcsWVq9eze23306vXr3qxBTb1R2LO++8k6ioKLZt20ZGRgYPPvhgDa/J1avuWACcPHnyijPx1ibVHYt+/frx7rvvEhYWRlJSEn/7299qeE2uXnXHIisri4SEBHJzc3nqqadqeC0upukoREREu4lERERhICIiKAxERASFgYiIoDAQEREUBlJL7N2795o8He/PduzYwaefflrTZYhUmcJAaoUePXqQl5d3ydcyMjIsbqcqy1bH7bffzsMPP2xoHyJGUBhIreDg4HDJ5yMjI/n6668taiMtLY0VK1ZYs6xLsrfXx0pqH12BLLXK0qVL8fT0JCoqipdeeokff/yR6Ohojhw5gp2dHSkpKezevZsBAwYQGBjIl19+SVFREddddx2urq5ERUWxf/9+evbsWaHdoqIiZsyYwXXXXcesWbP45JNP6NChA82aNSMqKoqoqCh8fX0JDAzkH//4BzfddBMeHh60atUKBwcHNm7cyIcffsiCBQvw9/dnxIgRrFu3DicnJw4dOsSkSZPIysrio48+4uabb2bLli3MnTuXG2+88aJ1DA8P5/nnn+fbb7/F1dWV2bNn88Ybb7Bz506Ki4vZvn27+XF2djbHjh3j0UcfJTU1lRUrVuDq6kpwcDCjR4+21f8WqQP0E0ZqlXPnzjFmzBhcXFxISEggMDAQf39/OnfuzCeffEKDBg3o2bMnv/76K4mJiWRkZPDEE08QEBBAYGAgrVu3vigIAFxdXXn66ac5duwYAB4eHvTp04dly5bh5eVFjx49+O233+jYsSNFRUVMnz6dadOmsWPHDjp27Mj06dPN81OVl5eTlJTEoUOHGDlyJCNHjuSf//wnN998M1lZWUyePJl7772X8PDwS65jcHAwffv2JSsri9zcXO6++25SU1M5ePAgPj4++Pv7c/ToUX7//XfGjh1L8+bNOXjwIL169eL48eMsWrSIESNGGPr/QeoebRlIrdK7d28+//xzAMrKyiq8Fh8fT3BwMADl5eWUl5ezdetW7rrrLubPn3/Fttu1a0dBQQFJSUl4eHgAEBMTw2uvvYajoyMDBw4EoEGDBuablkycOJGQkBB69+7NrFmzzLuz4uLicHNzA87f5OTXX3/FwcEBd3d37O3tcXV1JScn57K1TJo0iY8++ohbbrmFv/3tb/zwww94e3sTHBxMcHAw5eXlNGzYkNDQUEpLSykvL8fBwQEvLy/s7Owuu1tN5HK0ZSC1yowZMxgzZgxeXl6YTCbs7OwwmUyUl5djZ2fHDz/8AEBYWBgJCQm89NJLvPrqqyxZsqTCspczatQoZs6caZ558vrrr2fVqlUA7Ny586LlHRwc2Lx5M0lJSRVm5GzXrh3R0dHA+V1QN910U5XWs1OnTuTl5VFcXIyjoyOtWrViw4YN5OTkkJ2dTXR0NC+++CL33HNPnZoZVWqOwkBqhSNHjnD8+HFatmzJc889R15eHv/9739p2bIlu3bt4qeffmLWrFnMmzePBx98ED8/PzIyMnjxxRdJTk5m+PDhNGrUiMTERLZv337ZfoYMGUK3bt2oV68eAM899xzr169n5MiR+Pj4kJyczNGjR4mLiwNg0aJFbN68mRtvvBFfX19iYmKIiYnBz8+PW2+9lcWLFxMaGsr06dM5fPgwJ06c4NixY8TFxfHrr79SXFx82VqGDh1K//79gfPhMGjQIIYNG8bSpUvp0qUL/v7+TJ8+nbS0NPbs2cOhQ4f47bff6tR9NcR2NGupyDXGZDJx7tw5Vq5cyaRJk2q6HPmL0JaByDVm27ZtDB06lF69etV0KfIXoi0D+ctJTk5mx44dFZ7z8vKqkVMxN2zYQG5uboXn+vfvT9u2bW1ei/y1KQxERES7iURERGEgIiIoDEREBIWBiIigMBAREeD/AZxVbCXrN5kBAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "a = sns.barplot(x=\"latest_version_year\", y=\"datasets_with_relpubs\", palette=\"husl\", hue=\"submit_for_review\", data=dfg)\n",
    "a.set_title(\"Datasets with publications\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 206,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x504 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axs = plt.subplots(2, 2, figsize=(10,7)) # sharex=True,\n",
    "\n",
    "sns.barplot(\n",
    "    x=\"latest_version_year\", y=\"description_length\", hue=\"submit_for_review\",palette=\"husl\", data=dfg, ax=axs[0, 0])\n",
    "\n",
    "sns.barplot(\n",
    "    x=\"latest_version_year\", y=\"keyword_count\", hue=\"submit_for_review\",palette=\"husl\", data=dfg, ax=axs[0, 1])\n",
    "\n",
    "sns.barplot(\n",
    "    x=\"latest_version_year\", y=\"dataset_version\", hue=\"submit_for_review\",palette=\"husl\", data=dfg, ax=axs[1, 0])\n",
    "\n",
    "sns.barplot(\n",
    "    x=\"latest_version_year\", y=\"optional_metadata\", hue=\"submit_for_review\",palette=\"husl\", data=dfg, ax=axs[1, 1])\n",
    "\n",
    "\n",
    "axs[0, 0].set_ylabel('Average description length', fontsize=11)\n",
    "axs[0, 0].set_title('Average description length', fontsize=14)\n",
    "axs[0, 1].set_ylabel('Average keyword count', fontsize=11)\n",
    "axs[0, 1].set_title('Average keyword count', fontsize=14)\n",
    "axs[1, 0].set_ylabel('Average count of dataset versions', fontsize=11)\n",
    "axs[1, 0].set_title('Average count of dataset versions', fontsize=14)\n",
    "axs[1, 1].set_ylabel('Average count of optional metadata fields', fontsize=11)\n",
    "axs[1, 1].set_title('Average count of optional metadata fields used', fontsize=14)\n",
    "axs[1, 1].get_legend().set_title(\"Prior review\")\n",
    "new_labels = ['No', 'Yes']\n",
    "for ax in axs[1]:\n",
    "    leg = ax.get_legend()\n",
    "    leg.set_title(\"Prior review\")\n",
    "    for t, l in zip(leg.texts, new_labels): t.set_text(l)\n",
    "    ax.set(xlabel='Release year')\n",
    "for ax in axs[0]:\n",
    "    leg = ax.get_legend()\n",
    "    leg.set_title(\"Prior review\")\n",
    "    for t, l in zip(leg.texts, new_labels): t.set_text(l)\n",
    "    ax.set(xlabel='')\n",
    "\n",
    "plt.suptitle(\"Presence of dataset characteristics with and without prior review\", fontsize=18)\n",
    "fig.tight_layout(rect=[0, 0.03, 1, 0.95])\n",
    "\n",
    "plt.savefig(\"curation.pdf\", dpi=100)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
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